Partial differentiation | Euler's theorem | if u =log x⁴+y⁴/x+y. prove that x δ²u/δx²+ yδ²u/ δy²= 3

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6.. Euler's theorem Q5 |Z = COS ^ -1 (x+y) /(√x +√y) .
7.Euler's theorem Q3| u= tan ^-1 (x^3 +y^3)/x +y
8.Euler's theorem Q 2| u= log (x^2+ y^2)/x +y
9. Euler's theorem Proof |Homogeneous Function |Partial differentiation-----
10.Euler's theorem if y =sin ^-1 ( X^2 +Y^2) (X +Y) Then prove that x δυ δx + y δυ δy = tan u----

#if u =log x⁴+y⁴/x+y. prove that x δ²u/δx²+ yδ²u/ δy²= 3
#Partialdifferentiation #Partial-differentiation
# Euler's-theorem #Euler-theorem

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